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{:(,"Column-I",,"Column-II"),((A),"In" P...

`{:(,"Column-I",,"Column-II"),((A),"In" P=2/3E", E is ",(p),"Change in internal energy is only in isochoric process"),((B),"In U=3RT for an monoatomic gas U is",(q),"Translational kinetic energy of unit volume"),((C),"In" W=P(V_(f)-V_(i))"W is ",(r),"Internal energy on one mole"),((D), "In" DeltaU=nC_(v)DeltaT","DeltaU " is",(s),"Work done in isobaric process"),(,,(t),"None"):}`

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Match the following columns. {:(,"ColumnI",, "ColumnII"),((A),Inp=2/3E","Eis,(p),"isochoric"),((B),In U =3RT "for and monotomic gas"U is,(q),"Translational kinetic energy of unit volume"),((C),V/T= "constant is valid for",(r), "Internal energy of one mole"),((D), p/T= "constant is associated with",(s),"isobaric process"):}

Match the following : {:(,"Column-I",," Column-II"),("(A)","Work done by all the forces",,"(P)Change in potential energy"),("(B)","Work done by conservative forces",,"(Q) Change in kinetic energy"),("(C)","Work done by external forces",,"(R) Change in mechanical energy"),(,,,"(S) None"):}

{:(,"Column-I",,"Column-II"),((A),"Isobaric process",(p),"No heat exchange"),((B),"Isothermal process ",(q),"Constant pressure"),((C),"Isoentropy process",(r),"Constant internal energy"),((D),"Isochoric process",(s),"Work done is zero"):}

Match the following: {:(,"Column-I",,"Column-II"),((A),"Isobaric process",(p),"No heat exchange"),((B),"Isothermal process ",(q),"Constant pressure"),((C),"Isoentropy process",(r),"Constant internal energy"),((D),"Isochoric process",(s),"Work done is zero"):}

In the formula p = 2/3 E , the term (E) represents translational kinetic energy per unit volume of gas. In case of monoatomic gas, translational kinetic energy and total kinetic energy are equal.

In the formula p = 2/3 E , the term (E) represents translational kinetic energy per unit volume of gas. In case of monoatomic gas, translational kinetic energy and total kinetic energy are equal.

Change in internal energy of an ideal gas is given by DeltaU=nC_(V)DeltaT . This is applicable for ( C_(V) =molar heat capacity at constant volume)

Change in internal energy of an ideal gas is given by DeltaU=nC_(V)DeltaT . This is applicable for ( C_(V) =molar heat capacity at constant volume)